There is polygon of 12 sides. How many triangles can be drawn using the vertices of that polygon?
We know that there would be 12 vertices in a polygon having 12 sides. And, to form a triangle we need just 3 vertices of the polygon.
Then, required number of triangles would be equal to the number of ways in which 3 vertices can be chosen out of 12 vertices.
∴ Required number of ways = 12C3
= (12!)/{3!×9!} = 220 ways
Hence, the required number of triangles is 220.
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